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分段线性函数

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This invented simplified algorithm is to use sectional linear judgement method or looking-up table method to replace the hyperbolic tangent judgement. The substance is to use sectional linear judgement function L or judgement function T of looking-up table to approach the hyperbolic tangent function tanb.

为了解决这个问题,本发明的双层加权并行干扰对消算法的简化算法用分段线性判决方法或者查表法来代替双曲正切判决,其实质就是用分段线性判决函数L或者查表法的判决函数T逼近双曲正切函数tanh。

It is convenient that we use appropriate likelihood function.

本文对h是非参数情形试图用一个分段线性函数来逼近它,这样把非参数变成参数问题,从而求参数的极大似然估计。

This paper discusses themethod of building state model directly from the piecewise linear function.

讨论了状态模型的建立方法,可以直接从分段线性函数求得。

By constructing a different piecewise linear supply function, the existence of piecewise linear supply function equilibria in electricity market is proved. From the theoretical point of view, new results regarding existence of these equilibria are presented.

在这种电力市场环境下构造了一类分段线性供应函数,证明了分段线性供应函数纳什均衡解的存在性,从理论上获得了相关新结论,为电力市场供应函数均衡近似数值求解算法设计提供理论基础。

Each generator offers a piecewise linear supply function, within his capacity of generation, into the market and wishes to maximize his expected profit.

当电力市场需求函数表示为市场价格与有界随机需求冲击的非线性函数时,每个发电商在其发电容量范围内向电力市场提交一个分段线性供应函数,以获取最大化利润。

Based on the factors of mass economy,the paper establishes a multi- warehouse location model which takes the sum of minimized supply costs,transport costs and fixed costs as the goal and within which supply costs are expressed by piecewise linear cost function,solves the model with a genetic algorithm and shows an example.

在考虑规模经济的因素下,以最小化项目的供货成本、运输成本与固定成本之和为总目标建立了一个多仓库选址模型,其中把供货成本用分段线性函数表示,体现了厂商存在的规模经济效应,并采用遗传算法对模型进行求解。

Comparatively, the quadratic function approach was lack of these advantages.The piecewise linear function approach has been implemented in the graphical modeling system for optimal production planning of chemical companies, and the system is used in Baling Branch Company Sinopec.

分段线性函数建模方法已经在化工企业生产计划图形建模优化系统中实现,并在中国石化巴陵分公司得到应用。

The research results show as follows. As plastic deformation increases, the Young's modulus of material continuously changes. This variation law is able to be described using a piecewise linear function .Hardening model and whether the variation is considered or not make great effet on springback prediction. It is proved that the springback prediction result which adopts the elastic-plastic constitutive model based on INLK hardening model and the variation of Young's modulus is considered, is more close to experimental result. After the sheet metal undergoes multiple bending, the corner radius and bending height also affect springback greatly.But the effect trend is different. At the same time, the reliability of springback research using numerical simulation is proved.

研究结果表明:材料弹性模量随塑性变形的变化是不断变化的,该变化规律可用分段线性函数进行描述;强化模型及考虑弹性模量变化与否对回弹预测有很大的影响,基于INLK强化模型和考虑弹性模量变化的弹塑性本构模型对回弹的预测结果与试验最接近;多次弯曲中圆角半径与弯曲高度对板料变形后的回弹有较大影响,但影响趋势不同;证明了数值模拟方法对回弹研究的可靠性。

Based on the simplified theoretical solution deduced by the authors,the temperature profiles in the burner,the flammable limit and maximum half cycle were theoretically predicted by a piecewise linear function.

借助于先前推导的简化理论解,利用分段线性函数,构建了燃烧器内温度分布曲线、可燃极限和最大半周期。

On the assumption that the unevenness of runway profiles along the direction of taxi - ing is a stationary random function,techniques of piecewise constant-speed taxi ing runs and piecewise linear representation of dynamic properties of airplane landing gears are adopted in this paper to approximately simplify the actual nonlinear and nonstationary random vibration prob-lems to the piecewise linear and stationary ones.

在飞机滑行方向跑道路面不平度为平稳随机函数的假设下,采用滑行过程分段等速化、起落架动态特性分段线性化方法,把原非线性非平稳随机振动问题,简化为分段线性平稳随机振动问题。

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Lao Qiu is the Chairman of China Qiuyang Translation Group and the head master of the Confucius School. He has committed himself to the research and promotion of the classics of China.

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